The aim of this book is to deliver the reader with a book where they can discover a brief research idea in statistics and mathematics including a wide range of topics such as t-test, ANOVA, L-moment, centrality measure, Quintic Bézier Triangular Patches, and abelianess in Group Theory. The book is advisable for the readers to have some basic foundation on statistical inference and mathematical formulation prior to reading the chapters in this book. It is also suitable for researchers who want to get up to speed quickly on modern statistical and mathematical approach.
This monograph offers design for fast and reliable technique in the dense motion estimation. This Multilevel Optimization for Dense Motion Estimation work blends both theory and applications to equip reader with an understanding of basic concepts necessary to apply in solving dense motion in a sequence of images. Illustrating well-known variation models for dealing with optical flow estimation, this monograph introduces variation models with applications. A host of variation models are outlines such as Horn-Schunck model, Contrast Invariation Models and Models for Large Displacement. Special attention is also given to multilevel optimization techniques namely multiresolution and multigrid methods to improve the convergence of the global optimum when compared to using only one level resolution in the context of computer vision. This monograph is a robust resource that provides insightful introduction to the field of image processing with its theory and applications. Overall, Multilevel Optimization for Dense Motion Estimation is highly recommended for scientists and engineers for an excellent choice for references and self-study.
This monograph is a comprehensive report on scattered data interpolation using combination method of triangular patches where the interpolating surface comprise the combination of quintic Hermite and interior interpolation operators. It is based on the findings of a university grant research project sponsored by Universiti Utara Malaysia. In particular, the contents of this monograph are useful for students and researchers especially in the area of Computer Aided Geometric Design (CAGD) and generally the contents will also benefit academicians as well as practitioners who have interest in the application of the triangulation based interpolation method in real world problems.
This monograph is a comprehensive report on scattered data interpolation using combination method of triangular patches where the interpolating surface comprise the combination of quintic Hermite and interior interpolation operators. It is based on the findings of a university grant research project sponsored by Universiti Utara Malaysia. In particular, the contents of this monograph are useful for students and researchers especially in the area of Computer Aided Geometric Design (CAGD) and generally the contents will also benefit academicians as well as practitioners who have interest in the application of the triangulation based interpolation method in real world problems.
This monograph offers design for fast and reliable technique in the dense motion estimation. This Multilevel Optimization for Dense Motion Estimation work blends both theory and applications to equip reader with an understanding of basic concepts necessary to apply in solving dense motion in a sequence of images. Illustrating well-known variation models for dealing with optical flow estimation, this monograph introduces variation models with applications. A host of variation models are outlines such as Horn-Schunck model, Contrast Invariation Models and Models for Large Displacement. Special attention is also given to multilevel optimization techniques namely multiresolution and multigrid methods to improve the convergence of the global optimum when compared to using only one level resolution in the context of computer vision. This monograph is a robust resource that provides insightful introduction to the field of image processing with its theory and applications. Overall, Multilevel Optimization for Dense Motion Estimation is highly recommended for scientists and engineers for an excellent choice for references and self-study.
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